dV = 0.6t · cos(0.08t² – 1) , where V(t) is in dt 10) The rate of change in the volume of a tank is known to be gallons per minute and 0 sts 10. If the tank has a volume of 14 gallons initially, what is its volume at 10 minutes?
dV = 0.6t · cos(0.08t² – 1) , where V(t) is in dt 10) The rate of change in the volume of a tank is known to be gallons per minute and 0 sts 10. If the tank has a volume of 14 gallons initially, what is its volume at 10 minutes?
Chapter3: Functions
Section3.3: Rates Of Change And Behavior Of Graphs
Problem 1SE: Can the average rate of change of a function be constant?
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Transcribed Image Text:dV
0.6t - cos(0.08t? – 1), where V(f) is in
dt
10) The rate of change in the volume of a tank is known to be
%3D
gallons per minute and 0 <t< 10. If the tank has a volume of 14 gallons initially, what is its volume at 10
minutes?
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